{"cells":[{"cell_type":"markdown","id":"24843c7d","metadata":{},"source":["# Do you have a Gurobi WLS?\n","Use the cell below to add your license information and carry on. \n","\n","If you don't, no problem. You can work though a lighter version of this notebook using a [free limited license here](https://colab.research.google.com/github/Gurobi/modeling-examples/blob/master/price_optimization/price_optimization_gurobiML.ipynb)."]},{"cell_type":"code","execution_count":33,"id":"ceZ4PV542EgN","metadata":{"executionInfo":{"elapsed":135,"status":"ok","timestamp":1699587166472,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"ceZ4PV542EgN"},"outputs":[],"source":["\n","params = {\n","\"WLSACCESSID\": ---- ,\n","\"WLSSECRET\":  ---- ,\n","\"LICENSEID\": ---- ,\n","}"]},{"cell_type":"markdown","id":"94a00ac5","metadata":{"id":"94a00ac5"},"source":["# Part Two: Avocado Pricing and Supply Using Mathematical Optimization\n","\n","This is a second part of an example on price optimization: [How Much Is Too Much? Avocado Pricing and Supply Using Mathematical Optimization](https://github.com/Gurobi/modeling-examples/tree/master/price_optimization)\n","\n","In the first part, an ordinary linear regression model (OLS) was used to establish the relationship between price and demand based on data from the [Hass Avocado Board](https://hassavocadoboard.com/) (HAB).\n","\n","Part Two replaces the OLS model with a trained `Scikit-learn` model and uses the [Gurobi Machine Learning](https://gurobi-machinelearning.readthedocs.io/en/stable/#) package to embed it in a Gurobi optimization model.\n","\n","In this example, we will also use `gurobipy-pandas`, which is another Gurobi open-source package and serves as a convenient (and optional) wrapper to connect pandas with gurobipy.\n","\n","If you are already familiar with the example from the other notebook, you can jump directly to [building the regression model](#Part-2:-Predict-the-Sales)\n","and then to [formulating the optimization problem](#Part-3:-Optimize-for-Price-and-Supply-of-Avocados).\n","\n","**Goal**: Develop a data science and decision-making pipeline for pricing and distribution of avocados to maximize revenue.\n","\n","To accomplish this, the notebook will walk trough three stages:\n","\n","1. A quick review of the HAB data\n","2. Build a prediction model for avocado demand as a function of price, region, year and seasonality.\n","3. Design an optimization model that sets the optimal price and supply quantity to maximize the net revenue while incorporating transportation and costs."]},{"cell_type":"markdown","id":"716ed7e0","metadata":{"id":"716ed7e0"},"source":["## Load the Packages and Prepare the Dataset\n","\n","Just as in the first example, we use real HAB sales data.\n"]},{"cell_type":"code","execution_count":2,"id":"b1ff1bfa","metadata":{"executionInfo":{"elapsed":1540,"status":"ok","timestamp":1699587083995,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"b1ff1bfa"},"outputs":[],"source":["import pandas as pd\n","import warnings\n","import numpy as np\n","import matplotlib.pyplot as plt\n","import seaborn as sns"]},{"cell_type":"markdown","id":"408e66ab","metadata":{"id":"408e66ab"},"source":["The dataset from HAB contains sales data for the years 2019-2022. This data is augmented by a previous download from HAB available on\n","[Kaggle](https://www.kaggle.com/datasets/timmate/avocado-prices-2020) with sales for the years 2015-2018.\n","\n","This notebook will skip a lot of the preprocessing from the first version of this example."]},{"cell_type":"code","execution_count":3,"id":"-bbhXnJqFlu2","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":423},"executionInfo":{"elapsed":167,"status":"ok","timestamp":1699587084161,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"-bbhXnJqFlu2","outputId":"040eae83-b932-4408-c873-58c7b8d0a80c"},"outputs":[{"data":{"text/html":["\n","  <div id=\"df-c34fd424-c187-4245-ae8a-d8df6100b16a\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe 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It'll be used later in the example as well."]},{"cell_type":"code","execution_count":4,"id":"c2f6cc22","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":542},"executionInfo":{"elapsed":1439,"status":"ok","timestamp":1699587085595,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"c2f6cc22","outputId":"1d39e71c-6025-48e1-eea3-ba3f1a785c63"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1000x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["regions = [\n","    \"Great_Lakes\",\n","    \"Midsouth\",\n","    \"Northeast\",\n","    \"Northern_New_England\",\n","    \"SouthCentral\",\n","    \"Southeast\",\n","    \"West\",\n","    \"Plains\"\n","]\n","df = avocado[(avocado.region.isin(regions))] # & (avocado.peak==0)\n","df.drop(columns=['date']) #,'peak'\n","\n","plt.figure(figsize=(10, 6))\n","r_plt = sns.scatterplot(data=df, x='price', y='units_sold', hue='region')\n","r_plt.legend(fontsize=8)\n","plt.show()"]},{"cell_type":"markdown","id":"5186fd3e","metadata":{"id":"5186fd3e"},"source":["## Predict the Sales\n","\n","In the first instance of this example, further analysis was done on the input data along with a few visualizations. Here, we will go directly to the predicive model training, starting with a random split of the dataset into $70\\%$ training and $30\\%$ testing data."]},{"cell_type":"code","execution_count":5,"id":"866c540b","metadata":{"executionInfo":{"elapsed":172,"status":"ok","timestamp":1699587085763,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"866c540b"},"outputs":[],"source":["from sklearn.model_selection import train_test_split\n","\n","X = df[[\"region\", \"price\", \"year\", \"peak\"]]\n","y = df[\"units_sold\"]\n","# Split the data for training and testing\n","X_train, X_test, y_train, y_test = train_test_split(\n","    X, y, train_size=0.7, random_state=1\n",")"]},{"cell_type":"markdown","id":"071154e3","metadata":{"id":"071154e3"},"source":["Note that the region is a categorical variable and we will transform that variable using Scikit Learn's `OneHotEncoder`. We also use a standard scaler for prices and year index, combining all of the ese with `Column Transformer` built using `make_column_transformer`."]},{"cell_type":"code","execution_count":6,"id":"71c7c565","metadata":{"executionInfo":{"elapsed":2,"status":"ok","timestamp":1699587085763,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"71c7c565"},"outputs":[],"source":["from sklearn.preprocessing import OneHotEncoder\n","from sklearn.preprocessing import StandardScaler\n","from sklearn.compose import make_column_transformer\n","\n","feat_transform = make_column_transformer(\n","    (OneHotEncoder(drop=\"first\"), [\"region\"]),\n","    (StandardScaler(), [\"price\", \"year\"]),\n","    (\"passthrough\", [\"peak\"]),\n","    verbose_feature_names_out=False,\n","    remainder='drop'\n",")"]},{"cell_type":"markdown","id":"65b6bcaa","metadata":{"id":"65b6bcaa"},"source":["The regression model is a pipeline consisting of the `Column Transformer` and the type of model we want to use for the regression. For comparison, we'll stick with a linear regression."]},{"cell_type":"code","execution_count":7,"id":"16294bfb","metadata":{"executionInfo":{"elapsed":2,"status":"ok","timestamp":1699587085763,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"16294bfb"},"outputs":[],"source":["from sklearn.linear_model import LinearRegression\n","from sklearn.model_selection import cross_val_score\n","from sklearn.pipeline import make_pipeline\n","from sklearn.metrics import r2_score"]},{"cell_type":"code","execution_count":8,"id":"29AoNyWVdfH0","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":361,"status":"ok","timestamp":1699587086122,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"29AoNyWVdfH0","outputId":"38d8a6fd-a476-4fff-ac05-04595e7727b9"},"outputs":[{"name":"stdout","output_type":"stream","text":["0.9022 R^2 with a standard deviation of 0.0101\n"]}],"source":["reg = make_pipeline(feat_transform, LinearRegression())\n","scores = cross_val_score(reg, X_train, y_train, cv=5)\n","print(\"%0.4f R^2 with a standard deviation of %0.4f\" % (scores.mean(), scores.std()))"]},{"cell_type":"code","execution_count":9,"id":"XE-H4se_9-Cx","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":7,"status":"ok","timestamp":1699587086122,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"XE-H4se_9-Cx","outputId":"af14ccad-5edb-45e4-f001-145088376d17"},"outputs":[{"name":"stdout","output_type":"stream","text":["The R^2 value in the test set is 0.91365\n"]}],"source":["# Find model score on test data\n","reg.fit(X_train, y_train)\n","y_pred = reg.predict(X_test)\n","print(f\"The R^2 value in the test set is {np.round(r2_score(y_test, y_pred),5)}\")"]},{"cell_type":"markdown","id":"3291d28d","metadata":{"id":"3291d28d"},"source":["We can observe a good $R^2$ value in the test set. We will now train the fit to the full dataset."]},{"cell_type":"code","execution_count":10,"id":"1b956503","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":4,"status":"ok","timestamp":1699587086122,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"1b956503","outputId":"5224b188-a568-44ae-fd0a-6d83de502944"},"outputs":[{"name":"stdout","output_type":"stream","text":["The R^2 value in the full dataset is 0.90667\n"]}],"source":["reg.fit(X, y)\n","y_pred_full = reg.predict(X)\n","print(f\"The R^2 value in the full dataset is {np.round(r2_score(y, y_pred_full),5)}\")"]},{"cell_type":"code","execution_count":11,"id":"y5mj6_edLl5x","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":619},"executionInfo":{"elapsed":3634,"status":"ok","timestamp":1699587089755,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"y5mj6_edLl5x","outputId":"2686de0d-8d3b-4c7a-b871-415ed5e878ea"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1000x700 with 8 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["year = 2019\n","peak_or_not = 1\n","fig, axs = plt.subplots(4, 2, figsize=(10, 7))\n","\n","for k in range(8):\n","  r = regions[k]\n","  i = k//2\n","  j = k%2\n","  X_r = df.loc[(df.region==r) & (df.peak==peak_or_not),[\"price\", \"year\",\"units_sold\"]]\n","  x_plt = X_r.price\n","  p_new = np.linspace(.9*min(x_plt),1.1*max(x_plt),50)\n","  x_new = pd.DataFrame(\n","      data={\n","          \"year\": year,\n","          \"peak\": peak_or_not,\n","          \"region\": r,\n","          \"price\": p_new\n","      },\n","      index=range(50)\n","  )\n","  x_new['units_sold'] = reg.predict(x_new)\n","  sns.lineplot(data=x_new, x='price', y='units_sold', c='orange', ax=axs[i,j])\n","  sns.scatterplot(data=X_r, x='price', y='units_sold', legend=0, ax=axs[i,j])\n","  axs[i, j].legend(title=r, loc='upper right', prop={'size': 3}, handles = []);"]},{"cell_type":"markdown","id":"93868dba","metadata":{"id":"93868dba"},"source":["## Optimize for Price and Supply of Avocados\n","\n","Here is a quick review of notation for the formulation of the mathematical optimization model. The subscript $r$ will be used to denote each region.\n","### Input parameters\n","- $d(p,r)$: predicted demand in region $r$ when the avocado price is $p$\n","- $B$: available avocados to be distributed across the regions\n","- $c_{waste}$: cost ($\\$$) per wasted avocado\n","- $c^r_{transport}$: cost ($\\$$) of transporting a avocado to region $r$\n","- $a_{min},a_{max}$: minimum and maximum price ($\\$$) per avocado\n","- $b^r_{min},b^r_{max}$: minimum and maximum number of avocados allocated to region $r$\n","\n","The following code sets values for these parameters. Feel free to adjust these to see how the solution to the optimization model will change.\n"]},{"cell_type":"code","execution_count":12,"id":"1f293b80","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":300},"executionInfo":{"elapsed":17,"status":"ok","timestamp":1699587089756,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"1f293b80","outputId":"d2a5e86a-993c-4291-96f2-aa16c978b6f7"},"outputs":[{"data":{"text/html":["\n","  <div id=\"df-48dc3054-68b3-4824-9ec6-5b25eb218eed\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>transport_cost</th>\n","      <th>min_delivery</th>\n","      <th>max_delivery</th>\n","      <th>max_price</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>Great_Lakes</th>\n","      <td>0.3</td>\n","      <td>2.063574</td>\n","      <td>7.094765</td>\n","      <td>1.980000</td>\n","    </tr>\n","    <tr>\n","      <th>Midsouth</th>\n","      <td>0.1</td>\n","      <td>1.845443</td>\n","      <td>6.168572</td>\n","      <td>1.720000</td>\n","    </tr>\n","    <tr>\n","      <th>Northeast</th>\n","      <td>0.4</td>\n","      <td>2.364424</td>\n","      <td>8.836406</td>\n","      <td>1.750000</td>\n","    </tr>\n","    <tr>\n","      <th>Northern_New_England</th>\n","      <td>0.5</td>\n","      <td>0.219690</td>\n","      <td>0.917984</td>\n","      <td>1.880000</td>\n","    </tr>\n","    <tr>\n","      <th>SouthCentral</th>\n","      <td>0.3</td>\n","      <td>3.687130</td>\n","      <td>10.323175</td>\n","      <td>1.366446</td>\n","    </tr>\n","    <tr>\n","      <th>Southeast</th>\n","      <td>0.2</td>\n","      <td>2.197764</td>\n","      <td>7.810475</td>\n","      <td>1.820000</td>\n","    </tr>\n","    <tr>\n","      <th>West</th>\n","      <td>0.2</td>\n","      <td>3.260102</td>\n","      <td>11.274749</td>\n","      <td>1.648013</td>\n","    </tr>\n","    <tr>\n","      <th>Plains</th>\n","      <td>0.2</td>\n","      <td>1.058938</td>\n","      <td>3.575499</td>\n","      <td>1.810000</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-48dc3054-68b3-4824-9ec6-5b25eb218eed')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      gap: 12px;\n","    }\n","\n","    .colab-df-convert {\n","      background-color: #E8F0FE;\n","      border: none;\n","      border-radius: 50%;\n","      cursor: pointer;\n","      display: none;\n","      fill: #1967D2;\n","      height: 32px;\n","      padding: 0 0 0 0;\n","      width: 32px;\n","    }\n","\n","    .colab-df-convert:hover {\n","      background-color: #E2EBFA;\n","      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n","      fill: #174EA6;\n","    }\n","\n","    .colab-df-buttons div {\n","      margin-bottom: 4px;\n","    }\n","\n","    [theme=dark] .colab-df-convert {\n","      background-color: #3B4455;\n","      fill: #D2E3FC;\n","    }\n","\n","    [theme=dark] .colab-df-convert:hover {\n","      background-color: #434B5C;\n","      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n","      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n","      fill: #FFFFFF;\n","    }\n","  </style>\n","\n","    <script>\n","      const buttonEl =\n","        document.querySelector('#df-48dc3054-68b3-4824-9ec6-5b25eb218eed button.colab-df-convert');\n","      buttonEl.style.display =\n","        google.colab.kernel.accessAllowed ? 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supply\n","peak_or_not = 0  # 1 if it is the peak season; 0 if isn't\n","c_waste = 0.1  # the cost ($) of wasting an avocado\n","# the cost of transporting an avocado\n","c_transport = pd.Series(\n","    {\n","        \"Great_Lakes\": 0.3,\n","        \"Midsouth\": 0.1,\n","        \"Northeast\": 0.4,\n","        \"Northern_New_England\": 0.5,\n","        \"SouthCentral\": 0.3,\n","        \"Southeast\": 0.2,\n","        \"West\": 0.2,\n","        \"Plains\": 0.2,\n","    }, name='transport_cost'\n",")\n","c_transport = c_transport.loc[regions]\n","\n","a_min = 0  # minimum avocado price\n","a_max = 2  # maximum avocado price\n","\n","# Get the lower and upper bounds from the dataset for the price and the number of products to be stocked\n","data = pd.concat([c_transport,\n","                  df.groupby(\"region\")[\"units_sold\"].min().rename('min_delivery'),\n","                  df.groupby(\"region\")[\"units_sold\"].max().rename('max_delivery'),\n","                  df.groupby(\"region\")[\"price\"].max().rename('max_price'),], axis=1)\n","\n","data"]},{"cell_type":"markdown","id":"c6WbGctoAYUw","metadata":{"id":"c6WbGctoAYUw"},"source":["#### Install and import Gurobi packages"]},{"cell_type":"code","execution_count":13,"id":"Z7eyw2klAAcG","metadata":{"executionInfo":{"elapsed":22242,"status":"ok","timestamp":1699587111983,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"Z7eyw2klAAcG"},"outputs":[],"source":["%%capture\n","%pip install gurobipy_pandas #this also installs gurobipy\n","%pip install gurobi-machinelearning\n","import gurobipy_pandas as gppd\n","from gurobi_ml import add_predictor_constr"]},{"cell_type":"markdown","id":"5eaf9769","metadata":{"id":"5eaf9769"},"source":["### Create dataframe for the fixed features of the regression\n","\n","We now start creating the input of the regression in the optimization models with the features that are fixed and use `gurobipy-pandas` that help to more easily create gurobipy models using pandas data."]},{"cell_type":"markdown","id":"ebb83dc2","metadata":{"id":"ebb83dc2"},"source":["First, create a dataframe with the features that are fixed in our optimization problem.\n","It is indexed by the regions (we want to use one regression to predict demand for all  regions) and has the three\n","columns corresponding to the fixed features:\n","\n","* `year`\n","* `peak` with the value of `peak_or_not`\n","* `region` that repeats the names of the regions.\n","\n","Let's display the dataframe to make sure it is correct."]},{"cell_type":"code","execution_count":14,"id":"e879833f","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":300},"executionInfo":{"elapsed":6,"status":"ok","timestamp":1699587111983,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"e879833f","outputId":"7eecfabd-8c38-4a4b-81a5-73bdc4f3ac41"},"outputs":[{"data":{"text/html":["\n","  <div 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In our model, we want to store the\n","price and number of avocados allocated to each region. We also want variables\n","that track how many avocados are predicted to be sold and how many are predicted\n","to be wasted. The following notation is used to model these decision variables.\n","\n","- $p$ the price of an avocado ($\\$$) in each region\n","- $x$ the number of avocados supplied to each region\n","- $s$ the predicted number of avocados sold in each region\n","- $u$ the predicted number of avocados unsold (wasted) in each region\n","- $d$ the predicted demand in each region\n","\n","All those variables are created using gurobipy-pandas, with the function `gppd.add_vars` they are given the same index as the `data` dataframe."]},{"cell_type":"code","execution_count":15,"id":"iRf74HU8ibFU","metadata":{"collapsed":true,"executionInfo":{"elapsed":356,"status":"ok","timestamp":1699587112335,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"iRf74HU8ibFU"},"outputs":[],"source":["%%capture\n","import gurobipy as gp\n","\n","env = gp.Env(params=params)\n","\n","#Create the model within the Gurobi environment\n","m = gp.Model(\"Avocado_Price_Allocation\", env=env)\n","\n","p = gppd.add_vars(m, data, name=\"price\", lb=a_min, ub=a_max) # price of an avocado for each region 'max_price'\n","x = gppd.add_vars(m, data, name=\"x\", lb='min_delivery', ub='max_delivery') # number of avocados supplied to each reagion\n","s = gppd.add_vars(m, data, name=\"s\") # predicted amount of sales in each region for the given price\n","u = gppd.add_vars(m, data, name=\"w\") # unsold inventory, excess wasteage in each region\n","d = gppd.add_vars(m, data, lb=-gp.GRB.INFINITY, name=\"demand\") # Add variables for the regression\n","m.update()"]},{"cell_type":"code","execution_count":16,"id":"q0urlvohhqRy","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":8,"status":"ok","timestamp":1699587112335,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"q0urlvohhqRy","outputId":"23fced26-9513-4453-ce33-38831ff44cbf"},"outputs":[{"data":{"text/plain":["Great_Lakes                      <gurobi.Var price[Great_Lakes]>\n","Midsouth                            <gurobi.Var price[Midsouth]>\n","Northeast                          <gurobi.Var price[Northeast]>\n","Northern_New_England    <gurobi.Var price[Northern_New_England]>\n","SouthCentral                    <gurobi.Var price[SouthCentral]>\n","Southeast                          <gurobi.Var price[Southeast]>\n","West                                    <gurobi.Var price[West]>\n","Plains                                <gurobi.Var price[Plains]>\n","Name: price, dtype: object"]},"execution_count":16,"metadata":{},"output_type":"execute_result"}],"source":["# Display one of the variables\n","p"]},{"cell_type":"markdown","id":"5a3bf602","metadata":{"id":"5a3bf602"},"source":["### Add the Supply Constraint\n","\n","We now introduce the constraints. The first constraint is to make sure that the\n","total number of avocados supplied is equal to $B$, which can be mathematically\n","expressed as follows.\n","\n","\\begin{align*} \\sum_{r} x_r &= B \\end{align*}\n"]},{"cell_type":"code","execution_count":17,"id":"071c45f9","metadata":{"executionInfo":{"elapsed":8,"status":"ok","timestamp":1699587112335,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"071c45f9"},"outputs":[],"source":["m.addConstr(x.sum() == B)\n","m.update()"]},{"cell_type":"markdown","id":"59009e4d","metadata":{"id":"59009e4d"},"source":["### Add Constraints That Define Sales Quantity\n","\n","As a quick reminder, the sales quantity is the minimum of the allocated quantity and the predicted demand, i.e., $s_r = \\min \\{x_r,d_r(p_r)\\}$ This relationship can be modeled by the following two constraints for each region $r$.\n","\n","\\begin{align*} s_r &\\leq x_r  \\\\\n","s_r &\\leq d(p_r,r) \\end{align*}\n","\n","In this case, we use gurobipy-pandas `add_constrs` function, which is intuitive to use given the inequalities above."]},{"cell_type":"code","execution_count":18,"id":"c5323898","metadata":{"executionInfo":{"elapsed":7,"status":"ok","timestamp":1699587112335,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"c5323898"},"outputs":[],"source":["gppd.add_constrs(m, s, gp.GRB.LESS_EQUAL, x)\n","gppd.add_constrs(m, s, gp.GRB.LESS_EQUAL, d)\n","m.update()"]},{"cell_type":"markdown","id":"bf71c2f4","metadata":{"id":"bf71c2f4"},"source":["### Add the Wastage Constraints\n","\n","Finally, we should define the predicted unsold number of avocados in each region, given by the supplied quantity that is not predicted to be sold. We can express this\n","mathematically for each region $r$.\n","\n","\\begin{align*} u_r &= x_r - s_r \\end{align*}"]},{"cell_type":"code","execution_count":19,"id":"e3a28ede","metadata":{"executionInfo":{"elapsed":8,"status":"ok","timestamp":1699587112336,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"e3a28ede"},"outputs":[],"source":["gppd.add_constrs(m, u, gp.GRB.EQUAL, x - s)\n","m.update()"]},{"cell_type":"markdown","id":"0614c0c1","metadata":{"id":"0614c0c1"},"source":["### Add the constraints to predict demand\n","First, we create our full input for the predictor constraint. We concatenate the `p` variables and the fixed features. Remember that the predicted price is a function of region, year, and peak/off-peak season."]},{"cell_type":"code","execution_count":20,"id":"efaf9cea","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":300},"executionInfo":{"elapsed":8,"status":"ok","timestamp":1699587112336,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"efaf9cea","outputId":"29bdfb45-3f3f-47b9-8e7f-5ab78ff685b8"},"outputs":[{"data":{"text/html":["\n","  <div id=\"df-0fc59f0f-2497-4e7c-98a8-51deb2fd95b4\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>region</th>\n","      <th>price</th>\n","      <th>year</th>\n","      <th>peak</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>Great_Lakes</th>\n","      <td>Great_Lakes</td>\n","      <td>&lt;gurobi.Var price[Great_Lakes]&gt;</td>\n","      <td>2022</td>\n","      <td>0</td>\n","    </tr>\n","    <tr>\n","      <th>Midsouth</th>\n","      <td>Midsouth</td>\n","      <td>&lt;gurobi.Var price[Midsouth]&gt;</td>\n","      <td>2022</td>\n","      <td>0</td>\n","    </tr>\n","    <tr>\n","      <th>Northeast</th>\n","      <td>Northeast</td>\n","      <td>&lt;gurobi.Var price[Northeast]&gt;</td>\n","      <td>2022</td>\n","      <td>0</td>\n","    </tr>\n","    <tr>\n","      <th>Northern_New_England</th>\n","      <td>Northern_New_England</td>\n","      <td>&lt;gurobi.Var price[Northern_New_England]&gt;</td>\n","      <td>2022</td>\n","      <td>0</td>\n","    </tr>\n","    <tr>\n","      <th>SouthCentral</th>\n","      <td>SouthCentral</td>\n","      <td>&lt;gurobi.Var price[SouthCentral]&gt;</td>\n","      <td>2022</td>\n","      <td>0</td>\n","    </tr>\n","    <tr>\n","      <th>Southeast</th>\n","      <td>Southeast</td>\n","      <td>&lt;gurobi.Var price[Southeast]&gt;</td>\n","      <td>2022</td>\n","      <td>0</td>\n","    </tr>\n","    <tr>\n","      <th>West</th>\n","      <td>West</td>\n","      <td>&lt;gurobi.Var price[West]&gt;</td>\n","      <td>2022</td>\n","      <td>0</td>\n","    </tr>\n","    <tr>\n","      <th>Plains</th>\n","      <td>Plains</td>\n","      <td>&lt;gurobi.Var price[Plains]&gt;</td>\n","      <td>2022</td>\n","      <td>0</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0fc59f0f-2497-4e7c-98a8-51deb2fd95b4')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      gap: 12px;\n","    }\n","\n","    .colab-df-convert {\n","      background-color: #E8F0FE;\n","      border: none;\n","      border-radius: 50%;\n","      cursor: pointer;\n","      display: none;\n","      fill: #1967D2;\n","      height: 32px;\n","      padding: 0 0 0 0;\n","      width: 32px;\n","    }\n","\n","    .colab-df-convert:hover {\n","      background-color: #E2EBFA;\n","      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n","      fill: #174EA6;\n","    }\n","\n","    .colab-df-buttons div {\n","      margin-bottom: 4px;\n","    }\n","\n","    [theme=dark] .colab-df-convert {\n","      background-color: #3B4455;\n","      fill: #D2E3FC;\n","    }\n","\n","    [theme=dark] .colab-df-convert:hover {\n","      background-color: #434B5C;\n","      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n","      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n","      fill: #FFFFFF;\n","    }\n","  </style>\n","\n","    <script>\n","      const buttonEl =\n","        document.querySelector('#df-0fc59f0f-2497-4e7c-98a8-51deb2fd95b4 button.colab-df-convert');\n","      buttonEl.style.display =\n","        google.colab.kernel.accessAllowed ? 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The columns must be in the same order as the training data."]},{"cell_type":"code","execution_count":21,"id":"200c4cb9","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":7,"status":"ok","timestamp":1699587112336,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"200c4cb9","outputId":"ba0c5830-dbc4-458f-82ea-d959ffcb1b9e"},"outputs":[{"name":"stdout","output_type":"stream","text":["Model for pipe:\n","88 variables\n","24 constraints\n","Input has shape (8, 4)\n","Output has shape (8, 1)\n","\n","Pipeline has 2 steps:\n","\n","--------------------------------------------------------------------------------\n","Step            Output Shape    Variables              Constraints              \n","                                                Linear    Quadratic      General\n","================================================================================\n","col_trans            (8, 10)           24           16            0            0\n","\n","lin_reg               (8, 1)           64            8            0            0\n","\n","--------------------------------------------------------------------------------\n","<gurobi.Model Continuous instance Avocado_Price_Allocation: 49 constrs, 128 vars, Parameter changes: LicenseID=874302>\n"]}],"source":["pred_constr = add_predictor_constr(m, reg, m_feats, d)\n","pred_constr.print_stats()\n","print(m)"]},{"cell_type":"markdown","id":"5e15e4ae","metadata":{"id":"5e15e4ae"},"source":["### Set the Objective\n","\n","The goal is to maximize the **net revenue**, which is the product of price and quantity, minus costs over all regions. This model assumes the purchase costs are fixed (since the amount $B$ is fixed) and are therefore not incorporated.\n","\n","Using the defined decision variables, the objective can be written as follows.\n","\n","\\begin{align} \\textrm{maximize} &  \\sum_{r}  (p_r * s_r - c_{waste} * u_r -\n","c^r_{transport} * x_r)& \\end{align}"]},{"cell_type":"code","execution_count":22,"id":"703ff1b2","metadata":{"executionInfo":{"elapsed":252,"status":"ok","timestamp":1699587112583,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"703ff1b2"},"outputs":[],"source":["m.setObjective((p * s).sum() - c_waste * u.sum() - (c_transport * x).sum(),\n","               gp.GRB.MAXIMIZE)"]},{"cell_type":"markdown","id":"cadd1721","metadata":{"id":"cadd1721"},"source":["### Fire Up the Solver\n","\n","In our model, the objective is **quadratic** since we take the product of price\n","and the predicted sales, both of which are variables. Maximizing a quadratic\n","term is said to be **non-convex**, and we specify this by setting the value of\n","the [Gurobi NonConvex\n","parameter](https://www.gurobi.com/documentation/10.0/refman/nonconvex.html) to be\n","$2$."]},{"cell_type":"code","execution_count":23,"id":"06a42223","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":17,"status":"ok","timestamp":1699587112584,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"06a42223","outputId":"96cde593-0ed2-4af8-e871-b02cfbbf95f9"},"outputs":[{"name":"stdout","output_type":"stream","text":["Set parameter NonConvex to value 2\n","Gurobi Optimizer version 10.0.3 build v10.0.3rc0 (linux64)\n","\n","CPU model: Intel(R) Xeon(R) CPU @ 2.20GHz, instruction set [SSE2|AVX|AVX2]\n","Thread count: 1 physical cores, 2 logical processors, using up to 2 threads\n","\n","WLS license - registered to yurchisin@gurobi.com\n","Optimize a model with 49 rows, 128 columns and 184 nonzeros\n","Model fingerprint: 0x23b32dad\n","Model has 8 quadratic objective terms\n","Coefficient statistics:\n","  Matrix range     [2e-01, 3e+00]\n","  Objective range  [1e-01, 5e-01]\n","  QObjective range [2e+00, 2e+00]\n","  Bounds range     [2e-01, 2e+03]\n","  RHS range        [1e+00, 2e+03]\n","Presolve removed 24 rows and 96 columns\n","\n","Continuous model is non-convex -- solving as a MIP\n","\n","Presolve removed 32 rows and 104 columns\n","Presolve time: 0.00s\n","Presolved: 34 rows, 33 columns, 81 nonzeros\n","Presolved model has 8 bilinear constraint(s)\n","Variable types: 33 continuous, 0 integer (0 binary)\n","\n","Root relaxation: objective 5.247921e+01, 38 iterations, 0.00 seconds (0.00 work units)\n","\n","    Nodes    |    Current Node    |     Objective Bounds      |     Work\n"," Expl Unexpl |  Obj  Depth IntInf | Incumbent    BestBd   Gap | It/Node Time\n","\n","     0     0   52.47921    0    8          -   52.47921      -     -    0s\n","H    0     0                      29.2195497   52.47921  79.6%     -    0s\n","H    0     0                      35.8647398   52.47921  46.3%     -    0s\n","     0     0   38.89526    0    8   35.86474   38.89526  8.45%     -    0s\n","     0     0   36.59142    0    8   35.86474   36.59142  2.03%     -    0s\n","     0     0   36.01133    0    8   35.86474   36.01133  0.41%     -    0s\n","     0     0   36.01133    0    8   35.86474   36.01133  0.41%     -    0s\n","     0     0   35.89009    0    8   35.86474   35.89009  0.07%     -    0s\n","     0     0   35.89009    0    8   35.86474   35.89009  0.07%     -    0s\n","     0     0   35.87421    0    8   35.86474   35.87421  0.03%     -    0s\n","     0     0   35.87050    0    8   35.86474   35.87050  0.02%     -    0s\n","     0     2   35.87050    0    8   35.86474   35.87050  0.02%     -    0s\n","\n","Cutting planes:\n","  RLT: 18\n","\n","Explored 9 nodes (123 simplex iterations) in 0.08 seconds (0.00 work units)\n","Thread count was 2 (of 2 available processors)\n","\n","Solution count 2: 35.8647 29.2195 \n","\n","Optimal solution found (tolerance 1.00e-04)\n","Best objective 3.586473983701e+01, best bound 3.586788355184e+01, gap 0.0088%\n"]}],"source":["m.Params.NonConvex = 2\n","m.optimize()"]},{"cell_type":"markdown","id":"b3474030","metadata":{"id":"b3474030"},"source":["The solver solved the optimization problem in less than a second. Let us now\n","analyze the optimal solution by storing it in a Pandas dataframe."]},{"cell_type":"code","execution_count":24,"id":"ec0d106b","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":335},"executionInfo":{"elapsed":10,"status":"ok","timestamp":1699587112584,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"ec0d106b","outputId":"ce957e65-cf6c-4ee2-cb2b-4a56c6eff9a4"},"outputs":[{"name":"stdout","output_type":"stream","text":["\n"," The optimal net revenue: $35.864740 million\n"]},{"data":{"text/html":["\n","  <div id=\"df-6a85e3cc-dd4c-4304-8323-ee99634f3727\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Price</th>\n","      <th>Historical_Max</th>\n","      <th>Allocated</th>\n","      <th>Sold</th>\n","      <th>Wasted</th>\n","      <th>Pred_demand</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>Great_Lakes</th>\n","      <td>1.489</td>\n","      <td>1.980</td>\n","      <td>3.282</td>\n","      <td>3.282</td>\n","      <td>0.000</td>\n","      <td>3.282</td>\n","    </tr>\n","    <tr>\n","      <th>Midsouth</th>\n","      <td>1.384</td>\n","      <td>1.720</td>\n","      <td>6.169</td>\n","      <td>3.271</td>\n","      <td>2.897</td>\n","      <td>3.271</td>\n","    </tr>\n","    <tr>\n","      <th>Northeast</th>\n","      <td>1.865</td>\n","      <td>1.750</td>\n","      <td>3.889</td>\n","      <td>3.889</td>\n","      <td>0.000</td>\n","      <td>3.889</td>\n","    </tr>\n","    <tr>\n","      <th>Northern_New_England</th>\n","      <td>1.192</td>\n","      <td>1.880</td>\n","      <td>0.918</td>\n","      <td>0.918</td>\n","      <td>0.000</td>\n","      <td>0.918</td>\n","    </tr>\n","    <tr>\n","      <th>SouthCentral</th>\n","      <td>1.878</td>\n","      <td>1.366</td>\n","      <td>4.139</td>\n","      <td>4.139</td>\n","      <td>0.000</td>\n","      <td>4.139</td>\n","    </tr>\n","    <tr>\n","      <th>Southeast</th>\n","      <td>1.572</td>\n","      <td>1.820</td>\n","      <td>3.921</td>\n","      <td>3.685</td>\n","      <td>0.236</td>\n","      <td>3.685</td>\n","    </tr>\n","    <tr>\n","      <th>West</th>\n","      <td>2.000</td>\n","      <td>1.648</td>\n","      <td>5.000</td>\n","      <td>4.759</td>\n","      <td>0.241</td>\n","      <td>4.759</td>\n","    </tr>\n","    <tr>\n","      <th>Plains</th>\n","      <td>1.028</td>\n","      <td>1.810</td>\n","      <td>2.682</td>\n","      <td>2.485</td>\n","      <td>0.197</td>\n","      <td>2.485</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-6a85e3cc-dd4c-4304-8323-ee99634f3727')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      gap: 12px;\n","    }\n","\n","    .colab-df-convert {\n","      background-color: #E8F0FE;\n","      border: none;\n","      border-radius: 50%;\n","      cursor: pointer;\n","      display: none;\n","      fill: #1967D2;\n","      height: 32px;\n","      padding: 0 0 0 0;\n","      width: 32px;\n","    }\n","\n","    .colab-df-convert:hover {\n","      background-color: #E2EBFA;\n","      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n","      fill: #174EA6;\n","    }\n","\n","    .colab-df-buttons div {\n","      margin-bottom: 4px;\n","    }\n","\n","    [theme=dark] .colab-df-convert {\n","      background-color: #3B4455;\n","      fill: #D2E3FC;\n","    }\n","\n","    [theme=dark] .colab-df-convert:hover {\n","      background-color: #434B5C;\n","      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n","      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n","      fill: #FFFFFF;\n","    }\n","  </style>\n","\n","    <script>\n","      const buttonEl =\n","        document.querySelector('#df-6a85e3cc-dd4c-4304-8323-ee99634f3727 button.colab-df-convert');\n","      buttonEl.style.display =\n","        google.colab.kernel.accessAllowed ? 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So to update the optimization we `remove` the previous prediction then add the new one just as we did before."]},{"cell_type":"code","execution_count":28,"id":"pzQR12rAr-b_","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":1522,"status":"ok","timestamp":1699587118109,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"pzQR12rAr-b_","outputId":"cb4ef3b7-6307-4eba-8ef6-0cbe7c80bf0b"},"outputs":[{"name":"stdout","output_type":"stream","text":["Model for pipe0:\n","6688 variables\n","824 constraints\n","6372 general constraints\n","Input has shape (8, 4)\n","Output has shape (8, 1)\n","\n","Pipeline has 2 steps:\n","\n","--------------------------------------------------------------------------------\n","Step            Output Shape    Variables              Constraints              \n","                                                Linear    Quadratic      General\n","================================================================================\n","col_trans            (8, 10)           24           16            0            0\n","\n","gbtree_reg            (8, 1)         6664          808            0         6372\n","\n","--------------------------------------------------------------------------------\n"]}],"source":["pred_constr.remove()\n","pred_constr = add_predictor_constr(m, reg, m_feats, d)\n","pred_constr.print_stats()\n","m.update()"]},{"cell_type":"markdown","id":"iT7K7gN_HqPn","metadata":{"id":"iT7K7gN_HqPn"},"source":["With the new model created, we can resolve the optimization and extract the new solution"]},{"cell_type":"code","execution_count":29,"id":"7H7Mot0ZHper","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"executionInfo":{"elapsed":7516,"status":"ok","timestamp":1699587125621,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"7H7Mot0ZHper","outputId":"4b992dc0-9b4f-4edb-d65d-933d74a3e521"},"outputs":[{"name":"stdout","output_type":"stream","text":["Gurobi Optimizer version 10.0.3 build v10.0.3rc0 (linux64)\n","\n","CPU model: Intel(R) Xeon(R) CPU @ 2.20GHz, instruction set [SSE2|AVX|AVX2]\n","Thread count: 1 physical cores, 2 logical processors, using up to 2 threads\n","\n","WLS license - registered to yurchisin@gurobi.com\n","Optimize a model with 849 rows, 6728 columns and 6704 nonzeros\n","Model fingerprint: 0xaa31d069\n","Model has 8 quadratic objective terms\n","Model has 6372 general constraints\n","Variable types: 928 continuous, 5800 integer (5800 binary)\n","Coefficient statistics:\n","  Matrix range     [1e-01, 2e+00]\n","  Objective range  [1e-01, 5e-01]\n","  QObjective range [2e+00, 2e+00]\n","  Bounds range     [2e-02, 2e+03]\n","  RHS range        [1e+00, 2e+03]\n","  GenCon rhs range [2e-04, 3e+00]\n","  GenCon coe range [1e+00, 1e+00]\n","Presolve added 395 rows and 0 columns\n","Presolve removed 0 rows and 5799 columns\n","Presolve time: 0.40s\n","Presolved: 1261 rows, 938 columns, 3889 nonzeros\n","Presolved model has 8 bilinear constraint(s)\n","Variable types: 33 continuous, 905 integer (905 binary)\n","\n","Root relaxation: objective 5.294857e+01, 824 iterations, 0.04 seconds (0.01 work units)\n","\n","    Nodes    |    Current Node    |     Objective Bounds      |     Work\n"," Expl Unexpl |  Obj  Depth IntInf | Incumbent    BestBd   Gap | It/Node Time\n","\n","     0     0   52.94857    0  336          -   52.94857      -     -    0s\n","     0     0   52.45798    0  203          -   52.45798      -     -    1s\n","H    0     0                      31.3317275   52.45798  67.4%     -    1s\n","     0     0   52.45798    0  127   31.33173   52.45798  67.4%     -    1s\n","     0     0   52.45055    0  124   31.33173   52.45055  67.4%     -    1s\n","     0     0   50.67384    0  524   31.33173   50.67384  61.7%     -    2s\n","     0     0   50.50248    0  525   31.33173   50.50248  61.2%     -    2s\n","     0     0   49.84551    0  679   31.33173   49.84551  59.1%     -    2s\n","H    0     0                      42.8903561   49.84293  16.2%     -    2s\n","H    0     0                      43.3753234   49.84293  14.9%     -    2s\n","H    0     0                      43.7723893   49.84293  13.9%     -    3s\n","     0     0   48.27354    0  603   43.77239   48.27354  10.3%     -    3s\n","     0     0   47.65647    0  643   43.77239   47.65647  8.87%     -    3s\n","     0     0   47.56550    0  656   43.77239   47.56550  8.67%     -    4s\n","     0     0   47.21527    0  392   43.77239   47.21527  7.87%     -    4s\n","H    0     0                      43.9090925   47.21527  7.53%     -    4s\n","H    0     0                      45.0629770   47.21527  4.78%     -    4s\n","     0     0   47.06990    0  442   45.06298   47.06990  4.45%     -    4s\n","     0     0   46.84362    0  493   45.06298   46.84362  3.95%     -    4s\n","     0     0   46.80902    0  494   45.06298   46.80902  3.87%     -    4s\n","     0     0   46.69641    0  505   45.06298   46.69641  3.62%     -    4s\n","     0     0   46.67003    0  413   45.06298   46.67003  3.57%     -    5s\n","     0     0   46.64947    0  403   45.06298   46.64947  3.52%     -    5s\n","     0     0   46.62115    0  367   45.06298   46.62115  3.46%     -    5s\n","     0     0   46.59351    0  407   45.06298   46.59351  3.40%     -    5s\n","     0     0   46.59351    0  407   45.06298   46.59351  3.40%     -    5s\n","     0     2   46.59086    0  407   45.06298   46.59086  3.39%     -    6s\n","*   25    14              17      45.6127013   46.14369  1.16%  36.0    6s\n","*   26    11              17      45.6155350   46.14369  1.16%  34.7    6s\n","*   48    15              12      45.6605280   45.99102  0.72%  29.2    6s\n","*   49    14              14      45.6772127   45.99102  0.69%  28.6    6s\n","*   68     4              14      45.7648829   45.80479  0.09%  25.6    7s\n","*   70     2              15      45.7994116   45.79941  0.00%  24.9    7s\n","\n","Cutting planes:\n","  Learned: 679\n","  Gomory: 29\n","  Cover: 146\n","  Implied bound: 1\n","  Clique: 118\n","  MIR: 122\n","  StrongCG: 1\n","  GUB cover: 35\n","  RLT: 26\n","  Relax-and-lift: 266\n","\n","Explored 71 nodes (8516 simplex iterations) in 7.27 seconds (1.20 work units)\n","Thread count was 2 (of 2 available processors)\n","\n","Solution count 10: 45.7994 45.7649 45.6772 ... 43.3753\n","\n","Optimal solution found (tolerance 1.00e-04)\n","Best objective 4.579941163953e+01, best bound 4.579941163953e+01, gap 0.0000%\n","\n"," The optimal net revenue: $45.799412 million\n"]},{"data":{"text/html":["\n","  <div id=\"df-2a7fcab1-4f27-4aba-b0d3-97fd141c6ba2\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: 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  <td>1.750</td>\n","      <td>4.449</td>\n","      <td>4.449</td>\n","      <td>0.000</td>\n","      <td>4.449</td>\n","    </tr>\n","    <tr>\n","      <th>Northern_New_England</th>\n","      <td>1.85</td>\n","      <td>1.880</td>\n","      <td>0.522</td>\n","      <td>0.522</td>\n","      <td>0.000</td>\n","      <td>0.522</td>\n","    </tr>\n","    <tr>\n","      <th>SouthCentral</th>\n","      <td>2.00</td>\n","      <td>1.366</td>\n","      <td>4.350</td>\n","      <td>4.350</td>\n","      <td>0.000</td>\n","      <td>4.350</td>\n","    </tr>\n","    <tr>\n","      <th>Southeast</th>\n","      <td>2.00</td>\n","      <td>1.820</td>\n","      <td>4.115</td>\n","      <td>4.115</td>\n","      <td>0.000</td>\n","      <td>4.115</td>\n","    </tr>\n","    <tr>\n","      <th>West</th>\n","      <td>2.00</td>\n","      <td>1.648</td>\n","      <td>5.292</td>\n","      <td>4.909</td>\n","      <td>0.383</td>\n","      <td>4.909</td>\n","    </tr>\n","    <tr>\n","      <th>Plains</th>\n","      <td>2.00</td>\n","      <td>1.810</td>\n","      <td>1.485</td>\n","      <td>1.485</td>\n","      <td>0.000</td>\n","      <td>1.485</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-2a7fcab1-4f27-4aba-b0d3-97fd141c6ba2')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      gap: 12px;\n","    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Visit the ' +\n","          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n","          + ' to learn more about interactive tables.';\n","        element.innerHTML = '';\n","        dataTable['output_type'] = 'display_data';\n","        await google.colab.output.renderOutput(dataTable, element);\n","        const docLink = document.createElement('div');\n","        docLink.innerHTML = docLinkHtml;\n","        element.appendChild(docLink);\n","      }\n","    </script>\n","  </div>\n","\n","\n","<div id=\"df-e81fb502-fc3c-4318-9883-6a9c9126add1\">\n","  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-e81fb502-fc3c-4318-9883-6a9c9126add1')\"\n","            title=\"Suggest charts\"\n","            style=\"display:none;\">\n","\n","<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n","     width=\"24px\">\n","    <g>\n","        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n","    </g>\n","</svg>\n","  </button>\n","\n","<style>\n","  .colab-df-quickchart {\n","      --bg-color: #E8F0FE;\n","      --fill-color: #1967D2;\n","      --hover-bg-color: #E2EBFA;\n","      --hover-fill-color: #174EA6;\n","      --disabled-fill-color: #AAA;\n","      --disabled-bg-color: #DDD;\n","  }\n","\n","  [theme=dark] .colab-df-quickchart {\n","      --bg-color: #3B4455;\n","      --fill-color: #D2E3FC;\n","      --hover-bg-color: #434B5C;\n","      --hover-fill-color: #FFFFFF;\n","      --disabled-bg-color: #3B4455;\n","      --disabled-fill-color: #666;\n","  }\n","\n","  .colab-df-quickchart {\n","    background-color: var(--bg-color);\n","    border: none;\n","    border-radius: 50%;\n","    cursor: pointer;\n","    display: none;\n","    fill: var(--fill-color);\n","    height: 32px;\n","    padding: 0;\n","    width: 32px;\n","  }\n","\n","  .colab-df-quickchart:hover {\n","    background-color: var(--hover-bg-color);\n","    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n","    fill: var(--button-hover-fill-color);\n","  }\n","\n","  .colab-df-quickchart-complete:disabled,\n","  .colab-df-quickchart-complete:disabled:hover {\n","    background-color: var(--disabled-bg-color);\n","    fill: var(--disabled-fill-color);\n","    box-shadow: none;\n","  }\n","\n","  .colab-df-spinner {\n","    border: 2px solid var(--fill-color);\n","    border-color: transparent;\n","    border-bottom-color: var(--fill-color);\n","    animation:\n","      spin 1s steps(1) infinite;\n","  }\n","\n","  @keyframes spin {\n","    0% {\n","      border-color: transparent;\n","      border-bottom-color: var(--fill-color);\n","      border-left-color: var(--fill-color);\n","    }\n","    20% {\n","      border-color: transparent;\n","      border-left-color: var(--fill-color);\n","      border-top-color: var(--fill-color);\n","    }\n","    30% {\n","      border-color: transparent;\n","      border-left-color: var(--fill-color);\n","      border-top-color: var(--fill-color);\n","      border-right-color: var(--fill-color);\n","    }\n","    40% {\n","      border-color: transparent;\n","      border-right-color: var(--fill-color);\n","      border-top-color: var(--fill-color);\n","    }\n","    60% {\n","      border-color: transparent;\n","      border-right-color: var(--fill-color);\n","    }\n","    80% {\n","      border-color: transparent;\n","      border-right-color: var(--fill-color);\n","      border-bottom-color: var(--fill-color);\n","    }\n","    90% {\n","      border-color: transparent;\n","      border-bottom-color: var(--fill-color);\n","    }\n","  }\n","</style>\n","\n","  <script>\n","    async function quickchart(key) {\n","      const quickchartButtonEl =\n","        document.querySelector('#' + key + ' button');\n","      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n","      quickchartButtonEl.classList.add('colab-df-spinner');\n","      try {\n","        const charts = await google.colab.kernel.invokeFunction(\n","            'suggestCharts', [key], {});\n","      } catch (error) {\n","        console.error('Error during call to suggestCharts:', error);\n","      }\n","      quickchartButtonEl.classList.remove('colab-df-spinner');\n","      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n","    }\n","    (() => {\n","      let quickchartButtonEl =\n","        document.querySelector('#df-e81fb502-fc3c-4318-9883-6a9c9126add1 button');\n","      quickchartButtonEl.style.display =\n","        google.colab.kernel.accessAllowed ? 'block' : 'none';\n","    })();\n","  </script>\n","</div>\n","    </div>\n","  </div>\n"],"text/plain":["                      Price  Max_Price  Allocated   Sold  Wasted  Pred_demand\n","Great_Lakes            2.00      1.980      3.620  3.620   0.000        3.620\n","Midsouth               2.00      1.720      6.169  3.267   2.901        3.267\n","Northeast              2.00      1.750      4.449  4.449   0.000        4.449\n","Northern_New_England   1.85      1.880      0.522  0.522   0.000        0.522\n","SouthCentral           2.00      1.366      4.350  4.350   0.000        4.350\n","Southeast              2.00      1.820      4.115  4.115   0.000        4.115\n","West                   2.00      1.648      5.292  4.909   0.383        4.909\n","Plains                 2.00      1.810      1.485  1.485   0.000        1.485"]},"execution_count":29,"metadata":{},"output_type":"execute_result"}],"source":["m.optimize()\n","\n","solution = pd.DataFrame(index=regions)\n","\n","solution[\"Price\"] = p.gppd.X\n","solution[\"Max_Price\"] = data.max_price\n","solution[\"Allocated\"] = x.gppd.X\n","solution[\"Sold\"] = s.gppd.X\n","solution[\"Wasted\"] = u.gppd.X\n","solution[\"Pred_demand\"] = d.gppd.X\n","\n","opt_revenue = m.ObjVal\n","print(\"\\n The optimal net revenue: $%f million\" % opt_revenue)\n","solution.round(3)"]},{"cell_type":"code","execution_count":30,"id":"o8PqZxMSvu05","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":335},"executionInfo":{"elapsed":210,"status":"ok","timestamp":1699587125811,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"o8PqZxMSvu05","outputId":"e0e872da-b742-4917-f4f3-fba130d7c897"},"outputs":[{"name":"stdout","output_type":"stream","text":["\n"," The optimal net revenue: $45.799412 million\n"]},{"data":{"text/html":["\n","  <div id=\"df-43777816-8f1e-45ff-8796-b914aa0e06f4\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Price</th>\n","      <th>Max_Price</th>\n","      <th>Allocated</th>\n","      <th>Sold</th>\n","      <th>Wasted</th>\n","      <th>Pred_demand</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>Great_Lakes</th>\n","      <td>2.00</td>\n","      <td>1.980</td>\n","      <td>3.620</td>\n","      <td>3.620</td>\n","      <td>0.000</td>\n","      <td>3.620</td>\n","    </tr>\n","    <tr>\n","      <th>Midsouth</th>\n","      <td>2.00</td>\n","      <td>1.720</td>\n","      <td>6.169</td>\n","      <td>3.267</td>\n","      <td>2.901</td>\n","      <td>3.267</td>\n","    </tr>\n","    <tr>\n","      <th>Northeast</th>\n","      <td>2.00</td>\n","      <td>1.750</td>\n","      <td>4.449</td>\n","      <td>4.449</td>\n","      <td>0.000</td>\n","      <td>4.449</td>\n","    </tr>\n","    <tr>\n","      <th>Northern_New_England</th>\n","      <td>1.85</td>\n","      <td>1.880</td>\n","      <td>0.522</td>\n","      <td>0.522</td>\n","      <td>0.000</td>\n","      <td>0.522</td>\n","    </tr>\n","    <tr>\n","      <th>SouthCentral</th>\n","      <td>2.00</td>\n","      <td>1.366</td>\n","      <td>4.350</td>\n","      <td>4.350</td>\n","      <td>0.000</td>\n","      <td>4.350</td>\n","    </tr>\n","    <tr>\n","      <th>Southeast</th>\n","      <td>2.00</td>\n","      <td>1.820</td>\n","      <td>4.115</td>\n","      <td>4.115</td>\n","      <td>0.000</td>\n","      <td>4.115</td>\n","    </tr>\n","    <tr>\n","      <th>West</th>\n","      <td>2.00</td>\n","      <td>1.648</td>\n","      <td>5.292</td>\n","      <td>4.909</td>\n","      <td>0.383</td>\n","      <td>4.909</td>\n","    </tr>\n","    <tr>\n","      <th>Plains</th>\n","      <td>2.00</td>\n","      <td>1.810</td>\n","      <td>1.485</td>\n","      <td>1.485</td>\n","      <td>0.000</td>\n","      <td>1.485</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-43777816-8f1e-45ff-8796-b914aa0e06f4')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    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'block' : 'none';\n","    })();\n","  </script>\n","</div>\n","    </div>\n","  </div>\n"],"text/plain":["                      Price  Max_Price  Allocated   Sold  Wasted  Pred_demand\n","Great_Lakes            2.00      1.980      3.620  3.620   0.000        3.620\n","Midsouth               2.00      1.720      6.169  3.267   2.901        3.267\n","Northeast              2.00      1.750      4.449  4.449   0.000        4.449\n","Northern_New_England   1.85      1.880      0.522  0.522   0.000        0.522\n","SouthCentral           2.00      1.366      4.350  4.350   0.000        4.350\n","Southeast              2.00      1.820      4.115  4.115   0.000        4.115\n","West                   2.00      1.648      5.292  4.909   0.383        4.909\n","Plains                 2.00      1.810      1.485  1.485   0.000        1.485"]},"execution_count":30,"metadata":{},"output_type":"execute_result"}],"source":["solution = pd.DataFrame(index=regions)\n","\n","solution[\"Price\"] = p.gppd.X\n","solution[\"Max_Price\"] = data.max_price\n","solution[\"Allocated\"] = x.gppd.X\n","solution[\"Sold\"] = s.gppd.X\n","solution[\"Wasted\"] = u.gppd.X\n","solution[\"Pred_demand\"] = d.gppd.X\n","\n","opt_revenue = m.ObjVal\n","print(\"\\n The optimal net revenue: $%f million\" % opt_revenue)\n","solution.round(3)"]},{"cell_type":"markdown","id":"gNx8_8INHQzP","metadata":{"id":"gNx8_8INHQzP"},"source":["Check how the new model fits the overall dataset\n"]},{"cell_type":"code","execution_count":31,"id":"F7RZcx1_HP4q","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":619},"executionInfo":{"elapsed":4331,"status":"ok","timestamp":1699587130140,"user":{"displayName":"Jerry Yurchisin","userId":"04917630893127362098"},"user_tz":300},"id":"F7RZcx1_HP4q","outputId":"f47d0479-d6c3-4821-bcb1-e7fc8b2ccc86"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1200x700 with 8 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["year = 2019\n","fig, axs = plt.subplots(4, 2, figsize=(12, 7))\n","\n","for k in range(8):\n","  r = regions[k]\n","  i = k//2\n","  j = k%2\n","  X_r = df.loc[(df.region==r) & (df.peak==peak_or_not),[\"price\", \"year\",\"units_sold\"]]\n","  x_plt = X_r.price\n","  p_new = np.linspace(.9*min(x_plt),1.1*max(x_plt),50)\n","  x_new = pd.DataFrame(\n","      data={\n","          \"year\": year,\n","          \"peak\": peak_or_not,\n","          \"region\": r,\n","          \"price\": p_new\n","      },\n","      index=range(50)\n","  )\n","  x_new['units_sold'] = reg.predict(x_new)\n","  sns.lineplot(data=x_new, x='price', y='units_sold', c='orange', ax=axs[i,j])\n","  sns.scatterplot(data=X_r, x='price', y='units_sold',legend=0, ax=axs[i,j])\n","  axs[i, j].legend(title=r, loc='upper right', prop={'size': 3}, handles = []);"]},{"cell_type":"markdown","id":"c3b4a665","metadata":{"id":"c3b4a665"},"source":["This was in introductory look at using the Gurobi Machine Learning package. For more on this example, see the [Price Optimization example of Github](https://github.com/Gurobi/modeling-examples/tree/master/price_optimization)\n","as well as how to work with the model interactively."]},{"cell_type":"markdown","id":"bc9fbba6","metadata":{"id":"bc9fbba6","nbsphinx":"hidden"},"source":["Copyright © 2023 Gurobi Optimization, LLC"]}],"metadata":{"colab":{"provenance":[]},"jupytext":{"formats":"ipynb///ipynb,myst///md:myst"},"kernelspec":{"display_name":"Python 3 (ipykernel)","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.11.1"},"license":{"full_text":"# Copyright © 2022 Gurobi Optimization, LLC\n#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n#     http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n# =============================================================================="}},"nbformat":4,"nbformat_minor":5}
